The bitcoin rally in 2017 prompted the Long Island Iced Tea Corp. to rebrand itself as Long Blockchain. “Crypto winter” is a prolonged period of flat trading following a price crash. According to Ex fund manager for Goldman Sachs and founder of Real Vision, Raoul Pal, the social media critics are wrong because the crypto market series will prolong. Pal says that the future release of ETH 2.0 and ETH ETF will lengthen the crypto market period. That 20% figure is mostly arbitrary and trends are sometimes not that obvious.
- On Nov. 9, 2021, shortly after the first Bitcoin-linked exchange-traded fund was introduced, Bitcoin reached a record spot price of $69,000; it then plummeted over the following months, reaching $38,000 in January 2022.
- You must know what type of market you’re in so that you know which trading strategy to implement.
- This implies that every time Bitcoin worth lastly does flip round, the corrective wave 4 ought to be full and the grand finale wave 5 will start.
- 2022 is starting to look an awful lot like the latter half of 2018 as crypto companies worldwide are letting employees go due to the crypto bear market downturn.
The critical thing to take note of is that strategies differ significantly for each market. You must know what type of market you’re in so that you know which trading strategy to implement. The meanings of these terms are simple enough to understand—bearish for a downward trend, bullish for an upward trend.
Solana Blockchain Surpasses $2 Billion In All
As the market begins to turn however , the ship will slowly drain and reach new heights. The point behind this little story is that, although we can not be sure where the market will end cryptoboarding.com up, perhaps now is not the time to sell your crypto assets, but to acquire more. We are looking at a fire sale in cryptocurrencies, panicked sellers are screaming “everything must go!
Bitcoin is up by about 4.6%, Ethereum by 6.2%, Solana by 9.9%. However, this indicator should be a good suggestion for new investors that now is the right time to consider taking positions with much lower risk compared to a month ago. http://spencerfyrf133.theglensecret.com/what-is-cryptocurrency Extremely negative sentiment in the crypto https://cryptoboarding.com/ market may indicate that the correction is not over yet. The Wyckoff diagram is a pattern in technical analysis that has gained popularity in the analysis of traditional financial markets. At the moment, the examine is extra generally referred to at Elliott Wave Idea.
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"